Lecture 2 - Surface charge density, Green functions, energy density, computational approaches

Lecture 3 - Method of images, point charge in the presence of a sphere

Lecture 4 - Fourier series, Laplace equation in rectangular coordinates, Laplace equation in polar coordinates

Lecture 5 - Laplace equation in spherical coordinates, Legendre polynomials, azimuthal symmetry

Lecture 6 - Spherical harmonics, Laplace equation in cylindrical coordinates

Lecture 7 - Green functions in spherical coordinates

Lecture 8 - Multipole expansions

Lecture 9 - Electrostatic fields in dielectrics, energy in dielectrics

Lecture 10 - Biot-Savart law, Ampere's law, magnetic force, vector potential

Lecture 11 - Magnetic dipole fields, magnetostatics in magnetic material

Lecture 12 - Magnetostatics sample problems, Faraday's law of induction

Lecture 13 - Maxwell's equations, wave equation, potentials of electrodynamics

Lecture 14 - Quasistatics, Green functions for the wave equation, conservation of energy

Green's Function Method Step-by-Step

Lecture 4 Supplemental Notes

Electric Multipole Plots

Summary of Electrostatics with Dielectrics

Material Responses

Magnetostatics Methods

Magnetostatic Equations Summary

Magnetic Mirrors, the Ionosphere and the Magnetosphere

The Uniqueness of Maxwell's Equations

Helmholtz Decomposition of Vector Fields

Alternate Potentials

Lecture 2 - Complex permmitivity, resonant absorption, conductivity, plasma frequency

Lecture 3 - Superposition of waves, group velocity, pulse spreading, dispersion, Kramers-Kronig relation

Lecture 4 - Fields at the surface of an imperfect conductor, waveguide equations

Lecture 5 - Rectangular waveguides, cutoff Frequency, resonant cavities, Q-factor

Lecture 6 - Radiation, long-wavelength approximation, far-field waves, dipole radiation

Lecture 7 - Linear antennas

Lecture 8 - Long-wavelength scattering, polarization-dependent cross-sections

Lecture 9 - Scattering by a conducting sphere, atmospheric scattering

Lecture 10 - Galilean relativity, ether, Einstein's postulates

Lecture 11 - Einstein's principle of relativity, Lorentz transformations, Four-vectors

Lecture 12 - Velocity addition in special relativity, relativistic momentum and energy

Lecture 13 - Covariant geometry, covariant Maxwell's equations

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